Potential Global-Local Inconsistency in Species-Area Relationships Fitting
Título
Potential Global-Local Inconsistency in Species-Area Relationships Fitting
Autor
Xubin Pan, Xiuling Zhang, Feng WANG, Shuifang Zhu
Descripción
The Species-Area Relationship (SAR) has been widely employed to assess species diversity and predict species extinction. Thus far, although many functions were proposed to fit SAR based on field observations or simulation results, the shape of SAR curve has been debated extensively over decades. Here we uncover a potential global-local inconsistency in SARs fitting simulation blocked by the limitation of large area sampling before. The results indicated that power and logarithm SAR formulas were good for the fitting if the sampling area range is small which is also the practical sampling interval in the field. However, for the logarithm SAR fitting, a sigmoid curve occurred in the log10 Area - Number of Species plane, and for the power SAR fitting, the curve is convex instead of a straight line as assumed when linear regression was applied. In conclusion, neither the power SAR nor the logarithm SAR fitted to simulated data is linear at large sampling range as commonly assumed in previous studies, no matter the distribution of species abundance is log-normal or negative-binomial, which unmasks the global-local inconsistency in Species-Area Relationships fitting. Thus misestimates of total number of species or other derivation parameters can occur if the fitted relationship is extrapolated beyond the range of the small and intermediate sampling size.
Fecha
2016
Materia
Log-Normal distribution, extrapolation, negative binomial distribution, species abundance distribution, power SAR, logarithm SAR
Identificador
DOI: 10.3389/fpls.2016.01282
Fuente
Frontiers in Plant Science
Editor
Frontiers Media S.A.
Cobertura
Plant culture
Idioma
EN
Colección
Citación
Xubin Pan, Xiuling Zhang, Feng WANG, Shuifang Zhu, “Potential Global-Local Inconsistency in Species-Area Relationships Fitting,” SOCICT Open, consulta 17 de abril de 2026, https://www.socictopen.socict.org/items/show/610.
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